{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Infinite Cylinder Radar Cross Section\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Cylinders are commonly used to represent scatterers such as the fuselage of missiles, airplanes, and other objects.    This makes circular cylinders a particularly important class of objects for radar cross-section investigation. The solution of the scattering from circular cylinders is given in terms of Bessel and Hankel functions, for which there are numerous tabulated values as well as libraries such as SciPy for their calculation.\n",
    "\n",
    "\n",
    "The two-dimensional bistatic radar cross section for the TMz polarization is given as (Equation 7.21)\n",
    "\n",
    "$$\n",
    "    \\sigma_{2D} = \\frac{2\\lambda}{\\pi}\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n(ka)}{H_n^{(2)}(ka)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m)},\n",
    "$$\n",
    "\n",
    "The two-dimensional bistatic radar cross section for the TEz polarization is given as (Equation 7.23)\n",
    "\n",
    "$$\n",
    "    \\sigma_{2D} = \\frac{2\\lambda}{\\pi}\\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n^\\prime(ka)}{H_n^{(2)\\prime}(ka)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m)}.\n",
    "$$\n",
    "\n",
    "The difference in the two-dimensional radar cross section for the TMz and TEz polarizations is the first derivative of the Bessel and Hankel functions for the TEz case.\n",
    "\n",
    "For finite length cylinders with normal incidence, the three-dimensional radar cross section is related to the two-dimensional radar cross section by (Equation 7.24)\n",
    "\n",
    "$$\n",
    "    \\sigma_{3D} \\approx \\sigma_{2D}\\frac{2 L^2}{\\lambda} \\hspace{0.5in}\\text{(m}^2\\text{)},\n",
    "$$\n",
    "\n",
    "where $L$ is the cylinder length.  The three-dimensional radar cross section for the TMz and TEz polarizations is then (Equations 7.25 and 7.26)\n",
    "\n",
    "$$\n",
    "    \\sigma_{TM} \\approx \\frac{4L^2}{\\pi}\\, \\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n(ka)}{H_n^{(2)}(ka)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m}^2\\text{)},\n",
    "$$\n",
    "\n",
    "and\n",
    "\n",
    "$$\n",
    "    \\sigma_{TE} \\approx \\frac{4L^2}{\\pi}\\, \\Bigg| \\sum\\limits_{n=0}^{\\infty} \\epsilon_n\\frac{J_n^\\prime(ka)}{H_n^{(2)\\prime}(ka)} \\cos(n\\, \\phi_o)\\Bigg|^2 \\hspace{0.5in} \\text{(m}^2\\text{)}.\n",
    "$$\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the operating frequency (Hz), the radius (m), the length (for 3D RCS) (m) and the number of modes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "frequency = 3000e6\n",
    "\n",
    "radius = 0.5\n",
    "\n",
    "length = 20.0\n",
    "\n",
    "number_of_modes = 30"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Select either 2D or 3D RCS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "mode = '2D'"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the observation angles with the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "observation_angle = linspace(-90, 90, 1801)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the radar cross section based on the mode"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.rcs.infinite_cylinder import radar_cross_section, radar_cross_section_3d\n",
    "\n",
    "\n",
    "if mode == '2D':\n",
    "\n",
    "    rcs_te, rcs_tm = radar_cross_section(frequency, radius, observation_angle, number_of_modes)\n",
    "\n",
    "else:\n",
    "\n",
    "    rcs_te, rcs_tm = radar_cross_section_3d(frequency, radius, observation_angle, number_of_modes, length)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the RCS for the infinite cylinder using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x2471aec1fd0>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "from numpy import log10, degrees\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(observation_angle, 10.0 * log10(rcs_te), '', label='TE$^z$')\n",
    "\n",
    "plt.plot(observation_angle, 10.0 * log10(rcs_tm), '--', label='TM$^z$')\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('RCS vs Bistatic Angle', size=14)\n",
    "\n",
    "plt.ylabel('RCS (dBsm)', size=12)\n",
    "\n",
    "plt.xlabel('Observation Angle (deg)', size=12)\n",
    "\n",
    "plt.ylim(min(10.0 * log10(rcs_te)) - 3, max(10.0 * log10(rcs_te)) + 3)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the legend\n",
    "\n",
    "plt.legend(loc='upper right', prop={'size': 10})"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
